DY 20: Phase Transitions and Critical Phenomena I
Wednesday, March 24, 2010, 14:30–16:15, H47
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14:30 |
DY 20.1 |
Monte Carlo simulations of the 3d-Ising model in cylindrical geometry — •Dorothea Wilms, Peter Virnau, and Kurt Binder
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14:45 |
DY 20.2 |
MC simulations regarding the melting transition in a 2d hard disc fluid — •Marc Radu and Tanja Schilling
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15:00 |
DY 20.3 |
Free-energy barrier of the evaporation/condensation transition — •Elmar Bittner, Andreas Nußbaumer, and Wolfhard Janke
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15:15 |
DY 20.4 |
Flat histogram Monte Carlo study of the order parameter distribution — •Anjan Prasad Gantapara, Wolfhard Janke, and Rudolf Hilfer
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15:30 |
DY 20.5 |
The thermodynamic Casimir effect in the neighbourhood of the λ-transition: A Monte Carlo study of an improved three-dimensional lattice model — •Martin Hasenbusch
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15:45 |
DY 20.6 |
Critical Casimir forces under external control — •Ursula Nellen, Laurent Helden, and Clemens Bechinger
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16:00 |
DY 20.7 |
Critical exponents of the three-dimensional Anderson transition from multifractal analysis — •Louella Judy Vasquez, Alberto Rodriguez, Rudolf Römer, and Keith Slevin
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